{
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   "source": [
    "![Finance Toolkit](https://github.com/JerBouma/FinanceToolkit/assets/46355364/198d47bd-e1b3-492d-acc4-5d9f02d1d009)\n",
    "\n",
    "**The FinanceToolkit** is an open-source toolkit in which all relevant financial ratios (100+), indicators and performance measurements are written down in the most simplistic way allowing for complete transparency of the calculation method. This allows you to not have to rely on metrics from other providers and, given a financial statement, allow for efficient manual calculations. This leads to one uniform method of calculation being applied that is available and understood by everyone."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2937a8f2",
   "metadata": {},
   "source": [
    "# Installation\n",
    "To install the FinanceToolkit it simply requires the following:\n",
    "\n",
    "```\n",
    "pip install financetoolkit -U\n",
    "```\n",
    "\n",
    "From within Python use:\n",
    "\n",
    "```python\n",
    "from financetoolkit import Toolkit\n",
    "```\n",
    " \n",
    "To be able to get started, you need to obtain an API Key from FinancialModelingPrep. This is used to gain access to 30+ years of financial statement both annually and quarterly. Note that the Free plan is limited to 250 requests each day, 5 years of data and only features companies listed on US exchanges.\n",
    "\n",
    "___ \n",
    "\n",
    "<b><div align=\"center\">Obtain an API Key from FinancialModelingPrep <a href=\"https://www.jeroenbouma.com/fmp\" target=\"_blank\">here</a>.</div></b>\n",
    "___\n",
    "\n",
    "Through the link you are able to subscribe for the free plan and also premium plans at a **15% discount**. This is an affiliate link and thus supports the project at the same time. I have chosen FinancialModelingPrep as a source as I find it to be the most transparent, reliable and at an affordable price. When you notice that data is inaccurate or have any other issue related to the data, note that I simply provide the means to access this data and I am not responsible for the accuracy of the data itself. For this, use <a href=\"https://site.financialmodelingprep.com/contact\" target=\"_blank\">their contact form</a> or provide the data yourself. \n",
    "\n",
    "The current Notebook is revolved around the Toolkit class, a great starting point. If you are interested in the other modules, you can find the related Notebooks below. **Find the documentation for all available functionalities <a href=\"https://www.jeroenbouma.com/projects/financetoolkit/docs/options\" target=\"_blank\">here</a>.**\n",
    "\n",
    "<style>\n",
    ".button {\n",
    "  color: #fff !important;\n",
    "  background-color: #58abc4;\n",
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    "  text-decoration: none;\n",
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    "  border-radius: 4px;\n",
    "  cursor: pointer;\n",
    "}\n",
    "\n",
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    "a:hover {\n",
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    "}\n",
    "</style>\n",
    "\n",
    "<div style=\"display: flex; justify-content: space-between;\" class=\"show-on-desktop\">\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//getting-started\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\"\">Toolkit</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//discovery-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Discovery</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//ratios-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Ratios</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//models-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Models</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//options-module\" target=\"_blank\" class=\"button button-current\" style=\"flex: 1;margin-right:5px\">Options</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//technicals-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Technicals</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//risk-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Risk</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//performance-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Performance</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//economics-module\"  target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Economics</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//fixed-income-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Fixed income</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//portfolio-module\" target=\"_blank\" class=\"button\" style=\"flex: 1; \">Portfolio</a>\n",
    "</div>"
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  {
   "cell_type": "code",
   "execution_count": null,
   "id": "11269a00",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "\n",
    "from financetoolkit import Toolkit\n",
    "\n",
    "API_KEY = \"FINANCIAL_MODELING_PREP_API_KEY\""
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "a3f7fc24",
   "metadata": {},
   "source": [
    "**Initializing only is required once.** This is the case for any function so once you have obtained a balance sheet statement, it will be stored accordingly which means that requests to FinancialModelingPrep, the source used in these examples, are kept to a minimum. Note that in this example annual data is used but by adding `quarterly=True` to the Toolkit initialization, quarterly data can also be collected. Note that this requires a Premium subscription from FMP."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b3507cb1",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Initialize the Toolkit with company tickers\n",
    "companies = Toolkit(\n",
    "    [\"AAPL\", \"MSFT\", \"GOOGL\", \"AMZN\"], api_key=API_KEY, start_date=\"2005-01-01\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f44b786f",
   "metadata": {},
   "source": [
    "The Options module is meant to calculate important options metrics such as the First, Second and Third Order Greeks, the Black Scholes Model and the Option Chains as well as Implied Volatilities, Breeden—Litzenberger and more. A great start is the Black Scholes model which calculates the theoretical value of an option."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9ae52661",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Obtaining historical data: 100%|██████████| 5/5 [00:00<00:00,  9.47it/s]\n"
     ]
    },
    {
     "data": {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>2025-09-10</th>\n",
       "      <th>2025-09-11</th>\n",
       "      <th>2025-09-12</th>\n",
       "      <th>2025-09-13</th>\n",
       "      <th>2025-09-14</th>\n",
       "      <th>2025-09-15</th>\n",
       "      <th>2025-09-16</th>\n",
       "      <th>2025-09-17</th>\n",
       "      <th>2025-09-18</th>\n",
       "      <th>2025-09-19</th>\n",
       "      <th>...</th>\n",
       "      <th>2025-09-29</th>\n",
       "      <th>2025-09-30</th>\n",
       "      <th>2025-10-01</th>\n",
       "      <th>2025-10-02</th>\n",
       "      <th>2025-10-03</th>\n",
       "      <th>2025-10-04</th>\n",
       "      <th>2025-10-05</th>\n",
       "      <th>2025-10-06</th>\n",
       "      <th>2025-10-07</th>\n",
       "      <th>2025-10-08</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ticker</th>\n",
       "      <th>Strike Price</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "      <th></th>\n",
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       "      <th rowspan=\"5\" valign=\"top\">AAPL</th>\n",
       "      <th>175</th>\n",
       "      <td>61.0174</td>\n",
       "      <td>61.0348</td>\n",
       "      <td>61.0522</td>\n",
       "      <td>61.0696</td>\n",
       "      <td>61.087</td>\n",
       "      <td>61.1044</td>\n",
       "      <td>61.1218</td>\n",
       "      <td>61.1392</td>\n",
       "      <td>61.1565</td>\n",
       "      <td>61.1739</td>\n",
       "      <td>...</td>\n",
       "      <td>61.3478</td>\n",
       "      <td>61.3652</td>\n",
       "      <td>61.3827</td>\n",
       "      <td>61.4001</td>\n",
       "      <td>61.4177</td>\n",
       "      <td>61.4352</td>\n",
       "      <td>61.4528</td>\n",
       "      <td>61.4705</td>\n",
       "      <td>61.4883</td>\n",
       "      <td>61.5061</td>\n",
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       "    <tr>\n",
       "      <th>180</th>\n",
       "      <td>56.018</td>\n",
       "      <td>56.0359</td>\n",
       "      <td>56.0539</td>\n",
       "      <td>56.0718</td>\n",
       "      <td>56.0898</td>\n",
       "      <td>56.1077</td>\n",
       "      <td>56.1257</td>\n",
       "      <td>56.1436</td>\n",
       "      <td>56.1616</td>\n",
       "      <td>56.1795</td>\n",
       "      <td>...</td>\n",
       "      <td>56.3594</td>\n",
       "      <td>56.3776</td>\n",
       "      <td>56.3959</td>\n",
       "      <td>56.4142</td>\n",
       "      <td>56.4327</td>\n",
       "      <td>56.4513</td>\n",
       "      <td>56.47</td>\n",
       "      <td>56.4889</td>\n",
       "      <td>56.5079</td>\n",
       "      <td>56.5271</td>\n",
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       "    <tr>\n",
       "      <th>185</th>\n",
       "      <td>51.0185</td>\n",
       "      <td>51.037</td>\n",
       "      <td>51.0555</td>\n",
       "      <td>51.0741</td>\n",
       "      <td>51.0926</td>\n",
       "      <td>51.1111</td>\n",
       "      <td>51.1296</td>\n",
       "      <td>51.1481</td>\n",
       "      <td>51.1666</td>\n",
       "      <td>51.1851</td>\n",
       "      <td>...</td>\n",
       "      <td>51.3725</td>\n",
       "      <td>51.3919</td>\n",
       "      <td>51.4115</td>\n",
       "      <td>51.4313</td>\n",
       "      <td>51.4514</td>\n",
       "      <td>51.4717</td>\n",
       "      <td>51.4924</td>\n",
       "      <td>51.5134</td>\n",
       "      <td>51.5346</td>\n",
       "      <td>51.5563</td>\n",
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       "    <tr>\n",
       "      <th>190</th>\n",
       "      <td>46.0191</td>\n",
       "      <td>46.0381</td>\n",
       "      <td>46.0572</td>\n",
       "      <td>46.0763</td>\n",
       "      <td>46.0954</td>\n",
       "      <td>46.1144</td>\n",
       "      <td>46.1335</td>\n",
       "      <td>46.1525</td>\n",
       "      <td>46.1716</td>\n",
       "      <td>46.1907</td>\n",
       "      <td>...</td>\n",
       "      <td>46.3901</td>\n",
       "      <td>46.4118</td>\n",
       "      <td>46.434</td>\n",
       "      <td>46.4566</td>\n",
       "      <td>46.4797</td>\n",
       "      <td>46.5034</td>\n",
       "      <td>46.5276</td>\n",
       "      <td>46.5523</td>\n",
       "      <td>46.5776</td>\n",
       "      <td>46.6035</td>\n",
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       "      <th>195</th>\n",
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       "      <td>41.0393</td>\n",
       "      <td>41.0589</td>\n",
       "      <td>41.0785</td>\n",
       "      <td>41.0981</td>\n",
       "      <td>41.1178</td>\n",
       "      <td>41.1374</td>\n",
       "      <td>41.1571</td>\n",
       "      <td>41.1768</td>\n",
       "      <td>41.1967</td>\n",
       "      <td>...</td>\n",
       "      <td>41.4205</td>\n",
       "      <td>41.4468</td>\n",
       "      <td>41.4738</td>\n",
       "      <td>41.5018</td>\n",
       "      <td>41.5305</td>\n",
       "      <td>41.5601</td>\n",
       "      <td>41.5906</td>\n",
       "      <td>41.6219</td>\n",
       "      <td>41.654</td>\n",
       "      <td>41.6869</td>\n",
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       "      <th>...</th>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">AMZN</th>\n",
       "      <th>270</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0006</td>\n",
       "      <td>0.0029</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0179</td>\n",
       "      <td>0.0327</td>\n",
       "      <td>0.053</td>\n",
       "      <td>0.0791</td>\n",
       "      <td>...</td>\n",
       "      <td>0.6002</td>\n",
       "      <td>0.6713</td>\n",
       "      <td>0.7448</td>\n",
       "      <td>0.8204</td>\n",
       "      <td>0.898</td>\n",
       "      <td>0.9772</td>\n",
       "      <td>1.0581</td>\n",
       "      <td>1.1404</td>\n",
       "      <td>1.2241</td>\n",
       "      <td>1.3089</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>275</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0006</td>\n",
       "      <td>0.0022</td>\n",
       "      <td>0.0056</td>\n",
       "      <td>0.0115</td>\n",
       "      <td>0.0207</td>\n",
       "      <td>0.0335</td>\n",
       "      <td>...</td>\n",
       "      <td>0.369</td>\n",
       "      <td>0.4204</td>\n",
       "      <td>0.4743</td>\n",
       "      <td>0.5306</td>\n",
       "      <td>0.5891</td>\n",
       "      <td>0.6496</td>\n",
       "      <td>0.7121</td>\n",
       "      <td>0.7763</td>\n",
       "      <td>0.8421</td>\n",
       "      <td>0.9095</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>280</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0005</td>\n",
       "      <td>0.0016</td>\n",
       "      <td>0.0038</td>\n",
       "      <td>0.0076</td>\n",
       "      <td>0.0134</td>\n",
       "      <td>...</td>\n",
       "      <td>0.2213</td>\n",
       "      <td>0.2572</td>\n",
       "      <td>0.2955</td>\n",
       "      <td>0.3361</td>\n",
       "      <td>0.3789</td>\n",
       "      <td>0.4238</td>\n",
       "      <td>0.4707</td>\n",
       "      <td>0.5194</td>\n",
       "      <td>0.5699</td>\n",
       "      <td>0.6221</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>285</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0004</td>\n",
       "      <td>0.0012</td>\n",
       "      <td>0.0026</td>\n",
       "      <td>0.0051</td>\n",
       "      <td>...</td>\n",
       "      <td>0.1296</td>\n",
       "      <td>0.1538</td>\n",
       "      <td>0.1802</td>\n",
       "      <td>0.2086</td>\n",
       "      <td>0.2391</td>\n",
       "      <td>0.2715</td>\n",
       "      <td>0.3057</td>\n",
       "      <td>0.3418</td>\n",
       "      <td>0.3796</td>\n",
       "      <td>0.4191</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>290</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0009</td>\n",
       "      <td>0.0018</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0741</td>\n",
       "      <td>0.09</td>\n",
       "      <td>0.1076</td>\n",
       "      <td>0.127</td>\n",
       "      <td>0.1481</td>\n",
       "      <td>0.1709</td>\n",
       "      <td>0.1953</td>\n",
       "      <td>0.2214</td>\n",
       "      <td>0.249</td>\n",
       "      <td>0.2782</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>122 rows × 29 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                     2025-09-10  2025-09-11  2025-09-12  2025-09-13  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   175              61.0174     61.0348     61.0522     61.0696   \n",
       "       180               56.018     56.0359     56.0539     56.0718   \n",
       "       185              51.0185      51.037     51.0555     51.0741   \n",
       "       190              46.0191     46.0381     46.0572     46.0763   \n",
       "       195              41.0196     41.0393     41.0589     41.0785   \n",
       "...                         ...         ...         ...         ...   \n",
       "AMZN   270                  0.0         0.0      0.0001      0.0006   \n",
       "       275                  0.0         0.0         0.0      0.0001   \n",
       "       280                  0.0         0.0         0.0         0.0   \n",
       "       285                  0.0         0.0         0.0         0.0   \n",
       "       290                  0.0         0.0         0.0         0.0   \n",
       "\n",
       "                     2025-09-14  2025-09-15  2025-09-16  2025-09-17  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   175               61.087     61.1044     61.1218     61.1392   \n",
       "       180              56.0898     56.1077     56.1257     56.1436   \n",
       "       185              51.0926     51.1111     51.1296     51.1481   \n",
       "       190              46.0954     46.1144     46.1335     46.1525   \n",
       "       195              41.0981     41.1178     41.1374     41.1571   \n",
       "...                         ...         ...         ...         ...   \n",
       "AMZN   270               0.0029      0.0082      0.0179      0.0327   \n",
       "       275               0.0006      0.0022      0.0056      0.0115   \n",
       "       280               0.0001      0.0005      0.0016      0.0038   \n",
       "       285                  0.0      0.0001      0.0004      0.0012   \n",
       "       290                  0.0         0.0      0.0001      0.0003   \n",
       "\n",
       "                     2025-09-18  2025-09-19  ...  2025-09-29  2025-09-30  \\\n",
       "Ticker Strike Price                          ...                           \n",
       "AAPL   175              61.1565     61.1739  ...     61.3478     61.3652   \n",
       "       180              56.1616     56.1795  ...     56.3594     56.3776   \n",
       "       185              51.1666     51.1851  ...     51.3725     51.3919   \n",
       "       190              46.1716     46.1907  ...     46.3901     46.4118   \n",
       "       195              41.1768     41.1967  ...     41.4205     41.4468   \n",
       "...                         ...         ...  ...         ...         ...   \n",
       "AMZN   270                0.053      0.0791  ...      0.6002      0.6713   \n",
       "       275               0.0207      0.0335  ...       0.369      0.4204   \n",
       "       280               0.0076      0.0134  ...      0.2213      0.2572   \n",
       "       285               0.0026      0.0051  ...      0.1296      0.1538   \n",
       "       290               0.0009      0.0018  ...      0.0741        0.09   \n",
       "\n",
       "                     2025-10-01  2025-10-02  2025-10-03  2025-10-04  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   175              61.3827     61.4001     61.4177     61.4352   \n",
       "       180              56.3959     56.4142     56.4327     56.4513   \n",
       "       185              51.4115     51.4313     51.4514     51.4717   \n",
       "       190               46.434     46.4566     46.4797     46.5034   \n",
       "       195              41.4738     41.5018     41.5305     41.5601   \n",
       "...                         ...         ...         ...         ...   \n",
       "AMZN   270               0.7448      0.8204       0.898      0.9772   \n",
       "       275               0.4743      0.5306      0.5891      0.6496   \n",
       "       280               0.2955      0.3361      0.3789      0.4238   \n",
       "       285               0.1802      0.2086      0.2391      0.2715   \n",
       "       290               0.1076       0.127      0.1481      0.1709   \n",
       "\n",
       "                     2025-10-05  2025-10-06  2025-10-07  2025-10-08  \n",
       "Ticker Strike Price                                                  \n",
       "AAPL   175              61.4528     61.4705     61.4883     61.5061  \n",
       "       180                56.47     56.4889     56.5079     56.5271  \n",
       "       185              51.4924     51.5134     51.5346     51.5563  \n",
       "       190              46.5276     46.5523     46.5776     46.6035  \n",
       "       195              41.5906     41.6219      41.654     41.6869  \n",
       "...                         ...         ...         ...         ...  \n",
       "AMZN   270               1.0581      1.1404      1.2241      1.3089  \n",
       "       275               0.7121      0.7763      0.8421      0.9095  \n",
       "       280               0.4707      0.5194      0.5699      0.6221  \n",
       "       285               0.3057      0.3418      0.3796      0.4191  \n",
       "       290               0.1953      0.2214       0.249      0.2782  \n",
       "\n",
       "[122 rows x 29 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "companies.options.get_black_scholes_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "798bffb0",
   "metadata": {},
   "source": [
    "It is also possible to calculate the theoretical values based on the Binomial Model, this illustrates the option valuation diagram. The Binomial Model can determine both American and European options in which the crucial difference is that the American option can be exercised at any time before the expiration date, while the European option can only be exercised at the expiration date."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "add7347f",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Calculating Binomial Trees: 100%|██████████| 4/4 [00:00<00:00,  5.69it/s]\n"
     ]
    },
    {
     "data": {
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       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>2025-09-09</th>\n",
       "      <th>2025-10-15</th>\n",
       "      <th>2025-11-21</th>\n",
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       "      <th>2026-09-09</th>\n",
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       "      <th>Ticker</th>\n",
       "      <th>Strike Price</th>\n",
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       "      <th rowspan=\"5\" valign=\"top\">AAPL</th>\n",
       "      <th rowspan=\"5\" valign=\"top\">175</th>\n",
       "      <th>UUUUUUUUUU</th>\n",
       "      <td>96.3657</td>\n",
       "      <td>112.266</td>\n",
       "      <td>132.994</td>\n",
       "      <td>159.0382</td>\n",
       "      <td>190.5029</td>\n",
       "      <td>227.0796</td>\n",
       "      <td>268.2706</td>\n",
       "      <td>313.8813</td>\n",
       "      <td>364.3779</td>\n",
       "      <td>420.2757</td>\n",
       "      <td>482.1443</td>\n",
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       "      <td>107.4016</td>\n",
       "      <td>128.1042</td>\n",
       "      <td>154.5951</td>\n",
       "      <td>186.7572</td>\n",
       "      <td>223.7765</td>\n",
       "      <td>264.7761</td>\n",
       "      <td>310.176</td>\n",
       "      <td>360.4402</td>\n",
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       "      <td>102.007</td>\n",
       "      <td>122.9022</td>\n",
       "      <td>150.3592</td>\n",
       "      <td>183.6207</td>\n",
       "      <td>220.4669</td>\n",
       "      <td>261.2759</td>\n",
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       "      <td>63.9899</td>\n",
       "      <td>67.1323</td>\n",
       "      <td>72.499</td>\n",
       "      <td>81.4311</td>\n",
       "      <td>95.7624</td>\n",
       "      <td>117.4955</td>\n",
       "      <td>147.3721</td>\n",
       "      <td>180.477</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>UUUUUUDDDD</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>61.343</td>\n",
       "      <td>62.2242</td>\n",
       "      <td>63.9692</td>\n",
       "      <td>67.4244</td>\n",
       "      <td>74.2664</td>\n",
       "      <td>87.8146</td>\n",
       "      <td>114.6421</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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      ],
      "text/plain": [
       "                                2025-09-09  2025-10-15  2025-11-21  \\\n",
       "Ticker Strike Price Movement                                         \n",
       "AAPL   175          UUUUUUUUUU     96.3657     112.266     132.994   \n",
       "                    UUUUUUUUUD         NaN     80.8808     91.9567   \n",
       "                    UUUUUUUUDD         NaN         NaN     70.2209   \n",
       "                    UUUUUUUDDD         NaN         NaN         NaN   \n",
       "                    UUUUUUDDDD         NaN         NaN         NaN   \n",
       "...                                    ...         ...         ...   \n",
       "AMZN   290          UUUUDDDDDD         NaN         NaN         NaN   \n",
       "                    UUUDDDDDDD         NaN         NaN         NaN   \n",
       "                    UUDDDDDDDD         NaN         NaN         NaN   \n",
       "                    UDDDDDDDDD         NaN         NaN         NaN   \n",
       "                    DDDDDDDDDD         NaN         NaN         NaN   \n",
       "\n",
       "                                2025-12-27  2026-02-02  2026-03-10  \\\n",
       "Ticker Strike Price Movement                                         \n",
       "AAPL   175          UUUUUUUUUU    159.0382    190.5029    227.0796   \n",
       "                    UUUUUUUUUD    107.4016    128.1042    154.5951   \n",
       "                    UUUUUUUUDD        76.9     87.0737     102.007   \n",
       "                    UUUUUUUDDD     63.9899     67.1323      72.499   \n",
       "                    UUUUUUDDDD         NaN      61.343     62.2242   \n",
       "...                                    ...         ...         ...   \n",
       "AMZN   290          UUUUDDDDDD         NaN         NaN         NaN   \n",
       "                    UUUDDDDDDD         NaN         NaN         NaN   \n",
       "                    UUDDDDDDDD         NaN         NaN         NaN   \n",
       "                    UDDDDDDDDD         NaN         NaN         NaN   \n",
       "                    DDDDDDDDDD         NaN         NaN         NaN   \n",
       "\n",
       "                                2026-04-16  2026-05-22  2026-06-28  \\\n",
       "Ticker Strike Price Movement                                         \n",
       "AAPL   175          UUUUUUUUUU    268.2706    313.8813    364.3779   \n",
       "                    UUUUUUUUUD    186.7572    223.7765    264.7761   \n",
       "                    UUUUUUUUDD    122.9022    150.3592    183.6207   \n",
       "                    UUUUUUUDDD     81.4311     95.7624    117.4955   \n",
       "                    UUUUUUDDDD     63.9692     67.4244     74.2664   \n",
       "...                                    ...         ...         ...   \n",
       "AMZN   290          UUUUDDDDDD         0.0         0.0         0.0   \n",
       "                    UUUDDDDDDD         NaN         0.0         0.0   \n",
       "                    UUDDDDDDDD         NaN         NaN         0.0   \n",
       "                    UDDDDDDDDD         NaN         NaN         NaN   \n",
       "                    DDDDDDDDDD         NaN         NaN         NaN   \n",
       "\n",
       "                                2026-08-03  2026-09-09  \n",
       "Ticker Strike Price Movement                            \n",
       "AAPL   175          UUUUUUUUUU    420.2757    482.1443  \n",
       "                    UUUUUUUUUD     310.176    360.4402  \n",
       "                    UUUUUUUUDD    220.4669    261.2759  \n",
       "                    UUUUUUUDDD    147.3721     180.477  \n",
       "                    UUUUUUDDDD     87.8146    114.6421  \n",
       "...                                    ...         ...  \n",
       "AMZN   290          UUUUDDDDDD         0.0         0.0  \n",
       "                    UUUDDDDDDD         0.0         0.0  \n",
       "                    UUDDDDDDDD         0.0         0.0  \n",
       "                    UDDDDDDDDD         0.0         0.0  \n",
       "                    DDDDDDDDDD         NaN         0.0  \n",
       "\n",
       "[1342 rows x 11 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "companies.options.get_binomial_model(american_option=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "873c53a7",
   "metadata": {},
   "source": [
    "Underlying the Binomial Model is the up and down movement of the stock price. The up and down movement is calculated using the volatility of the stock and the time to expiration. It is possible to show these movements in a diagram which visually depicts the Binomial Tree."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "332ce4a7",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Simulating Stock Prices: 100%|██████████| 4/4 [00:00<00:00, 317.74it/s]\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "stock_price_simulations = companies.options.get_stock_price_simulation(timesteps=10)\n",
    "\n",
    "fig, ax = plt.subplots(2, 2, figsize=(15, 10))\n",
    "\n",
    "stock_price_simulations_transposed = stock_price_simulations.T\n",
    "stock_price_simulations_transposed.index = (\n",
    "    stock_price_simulations_transposed.index.astype(\"datetime64[ns]\")\n",
    ")\n",
    "\n",
    "for i, ticker in enumerate(companies._tickers):\n",
    "    ax[i // 2, i % 2].plot(stock_price_simulations_transposed[ticker])\n",
    "    ax[i // 2, i % 2].set_title(ticker)\n",
    "    ax[i // 2, i % 2].xaxis.set_tick_params(rotation=20)\n",
    "    ax[i // 2, i % 2].yaxis.set_tick_params(labelsize=8)\n",
    "    ax[i // 2, i % 2].grid(linestyle=\"--\", alpha=0.5)\n",
    "\n",
    "fig.suptitle(\"Stock Price Simulations\", fontweight=\"bold\")\n",
    "fig.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ccd4a79",
   "metadata": {},
   "source": [
    "Based on these theoretical values and the input that is collected throughout the Toolkit (the historical data, risk free rate, dividend yield and more) it is possible to calculate any type of Greek. E.g. a simple example is the Delta which is the change in the option price given a change in the underlying asset price."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c26c29a7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>2025-09-10</th>\n",
       "      <th>2025-09-11</th>\n",
       "      <th>2025-09-12</th>\n",
       "      <th>2025-09-13</th>\n",
       "      <th>2025-09-14</th>\n",
       "      <th>2025-09-15</th>\n",
       "      <th>2025-09-16</th>\n",
       "      <th>2025-09-17</th>\n",
       "      <th>2025-09-18</th>\n",
       "      <th>2025-09-19</th>\n",
       "      <th>...</th>\n",
       "      <th>2025-09-29</th>\n",
       "      <th>2025-09-30</th>\n",
       "      <th>2025-10-01</th>\n",
       "      <th>2025-10-02</th>\n",
       "      <th>2025-10-03</th>\n",
       "      <th>2025-10-04</th>\n",
       "      <th>2025-10-05</th>\n",
       "      <th>2025-10-06</th>\n",
       "      <th>2025-10-07</th>\n",
       "      <th>2025-10-08</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ticker</th>\n",
       "      <th>Strike Price</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">AAPL</th>\n",
       "      <th>175</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>...</td>\n",
       "      <td>0.9998</td>\n",
       "      <td>0.9998</td>\n",
       "      <td>0.9997</td>\n",
       "      <td>0.9997</td>\n",
       "      <td>0.9997</td>\n",
       "      <td>0.9996</td>\n",
       "      <td>0.9996</td>\n",
       "      <td>0.9995</td>\n",
       "      <td>0.9994</td>\n",
       "      <td>0.9993</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>180</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>...</td>\n",
       "      <td>0.9997</td>\n",
       "      <td>0.9996</td>\n",
       "      <td>0.9995</td>\n",
       "      <td>0.9995</td>\n",
       "      <td>0.9994</td>\n",
       "      <td>0.9992</td>\n",
       "      <td>0.9991</td>\n",
       "      <td>0.9989</td>\n",
       "      <td>0.9988</td>\n",
       "      <td>0.9986</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>185</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>...</td>\n",
       "      <td>0.9993</td>\n",
       "      <td>0.9991</td>\n",
       "      <td>0.9989</td>\n",
       "      <td>0.9987</td>\n",
       "      <td>0.9984</td>\n",
       "      <td>0.9982</td>\n",
       "      <td>0.9978</td>\n",
       "      <td>0.9975</td>\n",
       "      <td>0.9971</td>\n",
       "      <td>0.9967</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>190</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>...</td>\n",
       "      <td>0.9981</td>\n",
       "      <td>0.9977</td>\n",
       "      <td>0.9972</td>\n",
       "      <td>0.9967</td>\n",
       "      <td>0.9961</td>\n",
       "      <td>0.9955</td>\n",
       "      <td>0.9949</td>\n",
       "      <td>0.9942</td>\n",
       "      <td>0.9934</td>\n",
       "      <td>0.9927</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>195</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9999</td>\n",
       "      <td>0.9998</td>\n",
       "      <td>0.9998</td>\n",
       "      <td>...</td>\n",
       "      <td>0.9949</td>\n",
       "      <td>0.994</td>\n",
       "      <td>0.993</td>\n",
       "      <td>0.992</td>\n",
       "      <td>0.9909</td>\n",
       "      <td>0.9897</td>\n",
       "      <td>0.9885</td>\n",
       "      <td>0.9873</td>\n",
       "      <td>0.986</td>\n",
       "      <td>0.9847</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">AMZN</th>\n",
       "      <th>270</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.001</td>\n",
       "      <td>0.0025</td>\n",
       "      <td>0.0047</td>\n",
       "      <td>0.0077</td>\n",
       "      <td>0.0113</td>\n",
       "      <td>0.0154</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0679</td>\n",
       "      <td>0.0732</td>\n",
       "      <td>0.0784</td>\n",
       "      <td>0.0836</td>\n",
       "      <td>0.0886</td>\n",
       "      <td>0.0936</td>\n",
       "      <td>0.0985</td>\n",
       "      <td>0.1033</td>\n",
       "      <td>0.108</td>\n",
       "      <td>0.1126</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>275</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0007</td>\n",
       "      <td>0.0016</td>\n",
       "      <td>0.003</td>\n",
       "      <td>0.0048</td>\n",
       "      <td>0.0071</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0446</td>\n",
       "      <td>0.049</td>\n",
       "      <td>0.0533</td>\n",
       "      <td>0.0576</td>\n",
       "      <td>0.062</td>\n",
       "      <td>0.0662</td>\n",
       "      <td>0.0705</td>\n",
       "      <td>0.0747</td>\n",
       "      <td>0.0789</td>\n",
       "      <td>0.083</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>280</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0005</td>\n",
       "      <td>0.0011</td>\n",
       "      <td>0.0019</td>\n",
       "      <td>0.0031</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0285</td>\n",
       "      <td>0.0319</td>\n",
       "      <td>0.0353</td>\n",
       "      <td>0.0388</td>\n",
       "      <td>0.0423</td>\n",
       "      <td>0.0458</td>\n",
       "      <td>0.0494</td>\n",
       "      <td>0.0529</td>\n",
       "      <td>0.0565</td>\n",
       "      <td>0.06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>285</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0007</td>\n",
       "      <td>0.0012</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0177</td>\n",
       "      <td>0.0202</td>\n",
       "      <td>0.0228</td>\n",
       "      <td>0.0255</td>\n",
       "      <td>0.0282</td>\n",
       "      <td>0.031</td>\n",
       "      <td>0.0339</td>\n",
       "      <td>0.0368</td>\n",
       "      <td>0.0397</td>\n",
       "      <td>0.0427</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>290</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0005</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0125</td>\n",
       "      <td>0.0144</td>\n",
       "      <td>0.0164</td>\n",
       "      <td>0.0185</td>\n",
       "      <td>0.0206</td>\n",
       "      <td>0.0228</td>\n",
       "      <td>0.0251</td>\n",
       "      <td>0.0274</td>\n",
       "      <td>0.0298</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>122 rows × 29 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                     2025-09-10  2025-09-11  2025-09-12  2025-09-13  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   175                  1.0         1.0         1.0         1.0   \n",
       "       180                  1.0         1.0         1.0         1.0   \n",
       "       185                  1.0         1.0         1.0         1.0   \n",
       "       190                  1.0         1.0         1.0         1.0   \n",
       "       195                  1.0         1.0         1.0         1.0   \n",
       "...                         ...         ...         ...         ...   \n",
       "AMZN   270                  0.0         0.0         0.0      0.0003   \n",
       "       275                  0.0         0.0         0.0         0.0   \n",
       "       280                  0.0         0.0         0.0         0.0   \n",
       "       285                  0.0         0.0         0.0         0.0   \n",
       "       290                  0.0         0.0         0.0         0.0   \n",
       "\n",
       "                     2025-09-14  2025-09-15  2025-09-16  2025-09-17  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   175                  1.0      0.9999      0.9999      0.9999   \n",
       "       180                  1.0      0.9999      0.9999      0.9999   \n",
       "       185                  1.0      0.9999      0.9999      0.9999   \n",
       "       190                  1.0      0.9999      0.9999      0.9999   \n",
       "       195                  1.0      0.9999      0.9999      0.9999   \n",
       "...                         ...         ...         ...         ...   \n",
       "AMZN   270                0.001      0.0025      0.0047      0.0077   \n",
       "       275               0.0002      0.0007      0.0016       0.003   \n",
       "       280                  0.0      0.0002      0.0005      0.0011   \n",
       "       285                  0.0         0.0      0.0001      0.0003   \n",
       "       290                  0.0         0.0         0.0      0.0001   \n",
       "\n",
       "                     2025-09-18  2025-09-19  ...  2025-09-29  2025-09-30  \\\n",
       "Ticker Strike Price                          ...                           \n",
       "AAPL   175               0.9999      0.9999  ...      0.9998      0.9998   \n",
       "       180               0.9999      0.9999  ...      0.9997      0.9996   \n",
       "       185               0.9999      0.9999  ...      0.9993      0.9991   \n",
       "       190               0.9999      0.9999  ...      0.9981      0.9977   \n",
       "       195               0.9998      0.9998  ...      0.9949       0.994   \n",
       "...                         ...         ...  ...         ...         ...   \n",
       "AMZN   270               0.0113      0.0154  ...      0.0679      0.0732   \n",
       "       275               0.0048      0.0071  ...      0.0446       0.049   \n",
       "       280               0.0019      0.0031  ...      0.0285      0.0319   \n",
       "       285               0.0007      0.0012  ...      0.0177      0.0202   \n",
       "       290               0.0002      0.0005  ...      0.0107      0.0125   \n",
       "\n",
       "                     2025-10-01  2025-10-02  2025-10-03  2025-10-04  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   175               0.9997      0.9997      0.9997      0.9996   \n",
       "       180               0.9995      0.9995      0.9994      0.9992   \n",
       "       185               0.9989      0.9987      0.9984      0.9982   \n",
       "       190               0.9972      0.9967      0.9961      0.9955   \n",
       "       195                0.993       0.992      0.9909      0.9897   \n",
       "...                         ...         ...         ...         ...   \n",
       "AMZN   270               0.0784      0.0836      0.0886      0.0936   \n",
       "       275               0.0533      0.0576       0.062      0.0662   \n",
       "       280               0.0353      0.0388      0.0423      0.0458   \n",
       "       285               0.0228      0.0255      0.0282       0.031   \n",
       "       290               0.0144      0.0164      0.0185      0.0206   \n",
       "\n",
       "                     2025-10-05  2025-10-06  2025-10-07  2025-10-08  \n",
       "Ticker Strike Price                                                  \n",
       "AAPL   175               0.9996      0.9995      0.9994      0.9993  \n",
       "       180               0.9991      0.9989      0.9988      0.9986  \n",
       "       185               0.9978      0.9975      0.9971      0.9967  \n",
       "       190               0.9949      0.9942      0.9934      0.9927  \n",
       "       195               0.9885      0.9873       0.986      0.9847  \n",
       "...                         ...         ...         ...         ...  \n",
       "AMZN   270               0.0985      0.1033       0.108      0.1126  \n",
       "       275               0.0705      0.0747      0.0789       0.083  \n",
       "       280               0.0494      0.0529      0.0565        0.06  \n",
       "       285               0.0339      0.0368      0.0397      0.0427  \n",
       "       290               0.0228      0.0251      0.0274      0.0298  \n",
       "\n",
       "[122 rows x 29 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "companies.options.get_delta()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18182836",
   "metadata": {},
   "source": [
    "The parameters can be altered to lengthen or shorten the Strike Price and Time to Expiration range as well as the date for each ticker's stock price. By default, the most recent price is used, the Strike Prices 75% and 125% of the price are used and the time to expiration is set to the next 30 days. All of this can be altered e.g. for Gamma. Here, it helps to set `show_input_info=True` to understand the underlying parameters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c5f65174",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2025-09-09 16:41:57 - financetoolkit - INFO - Based on the period 2004-01-02 to 2025-09-09 the following parameters were used:\n",
      "Stock Price: AAPL (75.09), MSFT (160.62), GOOGL (68.43), AMZN (94.9), Benchmark (324.87)\n",
      "Volatility: AAPL (32.38%), MSFT (27.15%), GOOGL (30.16%), AMZN (37.78%), Benchmark (19.21%)\n",
      "2025-09-09 16:41:57 - financetoolkit - INFO - Dividend Yield: AAPL (0.33%), MSFT (0.5%), GOOGL (0.26%), AMZN (0.0%)\n",
      "2025-09-09 16:41:57 - financetoolkit - INFO - Risk Free Rate: 1.88%\n"
     ]
    },
    {
     "data": {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>2020-01-03</th>\n",
       "      <th>2020-01-04</th>\n",
       "      <th>2020-01-05</th>\n",
       "      <th>2020-01-06</th>\n",
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       "      <th>2020-01-10</th>\n",
       "      <th>2020-01-11</th>\n",
       "      <th>2020-01-12</th>\n",
       "      <th>...</th>\n",
       "      <th>2020-06-20</th>\n",
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       "      <th>2020-06-22</th>\n",
       "      <th>2020-06-23</th>\n",
       "      <th>2020-06-24</th>\n",
       "      <th>2020-06-25</th>\n",
       "      <th>2020-06-26</th>\n",
       "      <th>2020-06-27</th>\n",
       "      <th>2020-06-28</th>\n",
       "      <th>2020-06-29</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ticker</th>\n",
       "      <th>Strike Price</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"6\" valign=\"top\">AAPL</th>\n",
       "      <th>60</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>0.0192</td>\n",
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       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0004</td>\n",
       "      <td>0.0008</td>\n",
       "      <td>0.0015</td>\n",
       "      <td>0.0023</td>\n",
       "      <td>0.0032</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0233</td>\n",
       "      <td>0.0233</td>\n",
       "      <td>0.0233</td>\n",
       "      <td>0.0232</td>\n",
       "      <td>0.0232</td>\n",
       "      <td>0.0231</td>\n",
       "      <td>0.0231</td>\n",
       "      <td>0.023</td>\n",
       "      <td>0.023</td>\n",
       "      <td>0.023</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>70</th>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0033</td>\n",
       "      <td>0.0114</td>\n",
       "      <td>0.0202</td>\n",
       "      <td>0.0277</td>\n",
       "      <td>0.0337</td>\n",
       "      <td>0.0383</td>\n",
       "      <td>0.0417</td>\n",
       "      <td>0.0443</td>\n",
       "      <td>0.0462</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0248</td>\n",
       "      <td>0.0248</td>\n",
       "      <td>0.0247</td>\n",
       "      <td>0.0246</td>\n",
       "      <td>0.0246</td>\n",
       "      <td>0.0245</td>\n",
       "      <td>0.0244</td>\n",
       "      <td>0.0244</td>\n",
       "      <td>0.0243</td>\n",
       "      <td>0.0243</td>\n",
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       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>0.3131</td>\n",
       "      <td>0.2217</td>\n",
       "      <td>0.1811</td>\n",
       "      <td>0.1568</td>\n",
       "      <td>0.1403</td>\n",
       "      <td>0.1281</td>\n",
       "      <td>0.1186</td>\n",
       "      <td>0.1109</td>\n",
       "      <td>0.1046</td>\n",
       "      <td>0.0992</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0238</td>\n",
       "      <td>0.0237</td>\n",
       "      <td>0.0237</td>\n",
       "      <td>0.0236</td>\n",
       "      <td>0.0235</td>\n",
       "      <td>0.0234</td>\n",
       "      <td>0.0234</td>\n",
       "      <td>0.0233</td>\n",
       "      <td>0.0232</td>\n",
       "      <td>0.0232</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>80</th>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0062</td>\n",
       "      <td>0.0162</td>\n",
       "      <td>0.0251</td>\n",
       "      <td>0.0318</td>\n",
       "      <td>0.0367</td>\n",
       "      <td>0.0401</td>\n",
       "      <td>0.0425</td>\n",
       "      <td>0.0441</td>\n",
       "      <td>0.0452</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0209</td>\n",
       "      <td>0.0209</td>\n",
       "      <td>0.0208</td>\n",
       "      <td>0.0208</td>\n",
       "      <td>0.0207</td>\n",
       "      <td>0.0206</td>\n",
       "      <td>0.0206</td>\n",
       "      <td>0.0205</td>\n",
       "      <td>0.0205</td>\n",
       "      <td>0.0204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>85</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0006</td>\n",
       "      <td>0.0013</td>\n",
       "      <td>0.0022</td>\n",
       "      <td>0.0033</td>\n",
       "      <td>0.0045</td>\n",
       "      <td>0.0058</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0172</td>\n",
       "      <td>0.0171</td>\n",
       "      <td>0.0171</td>\n",
       "      <td>0.0171</td>\n",
       "      <td>0.017</td>\n",
       "      <td>0.017</td>\n",
       "      <td>0.017</td>\n",
       "      <td>0.0169</td>\n",
       "      <td>0.0169</td>\n",
       "      <td>0.0169</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"12\" valign=\"top\">MSFT</th>\n",
       "      <th>130</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0091</td>\n",
       "      <td>0.0091</td>\n",
       "      <td>0.0091</td>\n",
       "      <td>0.0091</td>\n",
       "      <td>0.0092</td>\n",
       "      <td>0.0092</td>\n",
       "      <td>0.0092</td>\n",
       "      <td>0.0092</td>\n",
       "      <td>0.0092</td>\n",
       "      <td>0.0092</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>135</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0107</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>140</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0004</td>\n",
       "      <td>0.0006</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0121</td>\n",
       "      <td>0.0121</td>\n",
       "      <td>0.012</td>\n",
       "      <td>0.012</td>\n",
       "      <td>0.012</td>\n",
       "      <td>0.012</td>\n",
       "      <td>0.012</td>\n",
       "      <td>0.012</td>\n",
       "      <td>0.0119</td>\n",
       "      <td>0.0119</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>145</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0005</td>\n",
       "      <td>0.0011</td>\n",
       "      <td>0.0019</td>\n",
       "      <td>0.0028</td>\n",
       "      <td>0.0037</td>\n",
       "      <td>0.0047</td>\n",
       "      <td>...</td>\n",
       "      <td>0.013</td>\n",
       "      <td>0.013</td>\n",
       "      <td>0.013</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0128</td>\n",
       "      <td>0.0128</td>\n",
       "      <td>0.0128</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>150</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0004</td>\n",
       "      <td>0.0023</td>\n",
       "      <td>0.0053</td>\n",
       "      <td>0.0084</td>\n",
       "      <td>0.0113</td>\n",
       "      <td>0.0138</td>\n",
       "      <td>0.0159</td>\n",
       "      <td>0.0176</td>\n",
       "      <td>0.019</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0136</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0134</td>\n",
       "      <td>0.0134</td>\n",
       "      <td>0.0134</td>\n",
       "      <td>0.0133</td>\n",
       "      <td>0.0133</td>\n",
       "      <td>0.0133</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>155</th>\n",
       "      <td>0.0079</td>\n",
       "      <td>0.0269</td>\n",
       "      <td>0.0371</td>\n",
       "      <td>0.0417</td>\n",
       "      <td>0.0437</td>\n",
       "      <td>0.0443</td>\n",
       "      <td>0.0442</td>\n",
       "      <td>0.0437</td>\n",
       "      <td>0.043</td>\n",
       "      <td>0.0423</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0136</td>\n",
       "      <td>0.0136</td>\n",
       "      <td>0.0136</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0134</td>\n",
       "      <td>0.0134</td>\n",
       "      <td>0.0133</td>\n",
       "      <td>0.0133</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>160</th>\n",
       "      <td>0.1693</td>\n",
       "      <td>0.1219</td>\n",
       "      <td>0.1002</td>\n",
       "      <td>0.087</td>\n",
       "      <td>0.078</td>\n",
       "      <td>0.0713</td>\n",
       "      <td>0.066</td>\n",
       "      <td>0.0618</td>\n",
       "      <td>0.0583</td>\n",
       "      <td>0.0553</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0133</td>\n",
       "      <td>0.0133</td>\n",
       "      <td>0.0133</td>\n",
       "      <td>0.0132</td>\n",
       "      <td>0.0132</td>\n",
       "      <td>0.0131</td>\n",
       "      <td>0.0131</td>\n",
       "      <td>0.0131</td>\n",
       "      <td>0.013</td>\n",
       "      <td>0.013</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>165</th>\n",
       "      <td>0.0281</td>\n",
       "      <td>0.0487</td>\n",
       "      <td>0.0536</td>\n",
       "      <td>0.0539</td>\n",
       "      <td>0.0527</td>\n",
       "      <td>0.0511</td>\n",
       "      <td>0.0493</td>\n",
       "      <td>0.0477</td>\n",
       "      <td>0.0461</td>\n",
       "      <td>0.0446</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0127</td>\n",
       "      <td>0.0126</td>\n",
       "      <td>0.0126</td>\n",
       "      <td>0.0126</td>\n",
       "      <td>0.0125</td>\n",
       "      <td>0.0125</td>\n",
       "      <td>0.0125</td>\n",
       "      <td>0.0124</td>\n",
       "      <td>0.0124</td>\n",
       "      <td>0.0124</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>170</th>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0021</td>\n",
       "      <td>0.0066</td>\n",
       "      <td>0.011</td>\n",
       "      <td>0.0147</td>\n",
       "      <td>0.0175</td>\n",
       "      <td>0.0196</td>\n",
       "      <td>0.0212</td>\n",
       "      <td>0.0223</td>\n",
       "      <td>0.0231</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0118</td>\n",
       "      <td>0.0117</td>\n",
       "      <td>0.0117</td>\n",
       "      <td>0.0117</td>\n",
       "      <td>0.0116</td>\n",
       "      <td>0.0116</td>\n",
       "      <td>0.0116</td>\n",
       "      <td>0.0115</td>\n",
       "      <td>0.0115</td>\n",
       "      <td>0.0115</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>175</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0008</td>\n",
       "      <td>0.0018</td>\n",
       "      <td>0.0031</td>\n",
       "      <td>0.0044</td>\n",
       "      <td>0.0057</td>\n",
       "      <td>0.0069</td>\n",
       "      <td>0.008</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0107</td>\n",
       "      <td>0.0106</td>\n",
       "      <td>0.0106</td>\n",
       "      <td>0.0106</td>\n",
       "      <td>0.0106</td>\n",
       "      <td>0.0105</td>\n",
       "      <td>0.0105</td>\n",
       "      <td>0.0105</td>\n",
       "      <td>0.0105</td>\n",
       "      <td>0.0104</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>180</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0006</td>\n",
       "      <td>0.001</td>\n",
       "      <td>0.0014</td>\n",
       "      <td>0.0019</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0095</td>\n",
       "      <td>0.0094</td>\n",
       "      <td>0.0094</td>\n",
       "      <td>0.0094</td>\n",
       "      <td>0.0094</td>\n",
       "      <td>0.0094</td>\n",
       "      <td>0.0094</td>\n",
       "      <td>0.0093</td>\n",
       "      <td>0.0093</td>\n",
       "      <td>0.0093</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>185</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>0.0081</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">GOOGL</th>\n",
       "      <th>55</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "      <td>0.0213</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>60</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0006</td>\n",
       "      <td>0.0012</td>\n",
       "      <td>0.002</td>\n",
       "      <td>0.0031</td>\n",
       "      <td>0.0043</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0272</td>\n",
       "      <td>0.0271</td>\n",
       "      <td>0.0271</td>\n",
       "      <td>0.027</td>\n",
       "      <td>0.027</td>\n",
       "      <td>0.0269</td>\n",
       "      <td>0.0269</td>\n",
       "      <td>0.0268</td>\n",
       "      <td>0.0268</td>\n",
       "      <td>0.0267</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>0.002</td>\n",
       "      <td>0.0197</td>\n",
       "      <td>0.0389</td>\n",
       "      <td>0.0525</td>\n",
       "      <td>0.0612</td>\n",
       "      <td>0.0666</td>\n",
       "      <td>0.07</td>\n",
       "      <td>0.072</td>\n",
       "      <td>0.073</td>\n",
       "      <td>0.0735</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0291</td>\n",
       "      <td>0.029</td>\n",
       "      <td>0.0289</td>\n",
       "      <td>0.0288</td>\n",
       "      <td>0.0287</td>\n",
       "      <td>0.0287</td>\n",
       "      <td>0.0286</td>\n",
       "      <td>0.0285</td>\n",
       "      <td>0.0284</td>\n",
       "      <td>0.0284</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>70</th>\n",
       "      <td>0.1276</td>\n",
       "      <td>0.1512</td>\n",
       "      <td>0.1466</td>\n",
       "      <td>0.1384</td>\n",
       "      <td>0.1303</td>\n",
       "      <td>0.1231</td>\n",
       "      <td>0.1168</td>\n",
       "      <td>0.1113</td>\n",
       "      <td>0.1064</td>\n",
       "      <td>0.1021</td>\n",
       "      <td>...</td>\n",
       "      <td>0.027</td>\n",
       "      <td>0.0269</td>\n",
       "      <td>0.0269</td>\n",
       "      <td>0.0268</td>\n",
       "      <td>0.0267</td>\n",
       "      <td>0.0266</td>\n",
       "      <td>0.0266</td>\n",
       "      <td>0.0265</td>\n",
       "      <td>0.0264</td>\n",
       "      <td>0.0263</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0007</td>\n",
       "      <td>0.0024</td>\n",
       "      <td>0.005</td>\n",
       "      <td>0.008</td>\n",
       "      <td>0.0111</td>\n",
       "      <td>0.014</td>\n",
       "      <td>0.0167</td>\n",
       "      <td>0.0192</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0225</td>\n",
       "      <td>0.0224</td>\n",
       "      <td>0.0224</td>\n",
       "      <td>0.0223</td>\n",
       "      <td>0.0223</td>\n",
       "      <td>0.0222</td>\n",
       "      <td>0.0222</td>\n",
       "      <td>0.0221</td>\n",
       "      <td>0.022</td>\n",
       "      <td>0.022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"8\" valign=\"top\">AMZN</th>\n",
       "      <th>75</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>80</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0005</td>\n",
       "      <td>0.0009</td>\n",
       "      <td>0.0014</td>\n",
       "      <td>0.002</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0163</td>\n",
       "      <td>0.0163</td>\n",
       "      <td>0.0163</td>\n",
       "      <td>0.0162</td>\n",
       "      <td>0.0162</td>\n",
       "      <td>0.0162</td>\n",
       "      <td>0.0162</td>\n",
       "      <td>0.0161</td>\n",
       "      <td>0.0161</td>\n",
       "      <td>0.0161</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>85</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0008</td>\n",
       "      <td>0.0026</td>\n",
       "      <td>0.005</td>\n",
       "      <td>0.0076</td>\n",
       "      <td>0.0102</td>\n",
       "      <td>0.0126</td>\n",
       "      <td>0.0147</td>\n",
       "      <td>0.0165</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0171</td>\n",
       "      <td>0.017</td>\n",
       "      <td>0.017</td>\n",
       "      <td>0.0169</td>\n",
       "      <td>0.0169</td>\n",
       "      <td>0.0169</td>\n",
       "      <td>0.0168</td>\n",
       "      <td>0.0168</td>\n",
       "      <td>0.0167</td>\n",
       "      <td>0.0167</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>90</th>\n",
       "      <td>0.0063</td>\n",
       "      <td>0.0268</td>\n",
       "      <td>0.0398</td>\n",
       "      <td>0.0465</td>\n",
       "      <td>0.0498</td>\n",
       "      <td>0.0512</td>\n",
       "      <td>0.0517</td>\n",
       "      <td>0.0515</td>\n",
       "      <td>0.0511</td>\n",
       "      <td>0.0504</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0169</td>\n",
       "      <td>0.0169</td>\n",
       "      <td>0.0168</td>\n",
       "      <td>0.0168</td>\n",
       "      <td>0.0167</td>\n",
       "      <td>0.0167</td>\n",
       "      <td>0.0167</td>\n",
       "      <td>0.0166</td>\n",
       "      <td>0.0166</td>\n",
       "      <td>0.0165</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>95</th>\n",
       "      <td>0.212</td>\n",
       "      <td>0.15</td>\n",
       "      <td>0.1225</td>\n",
       "      <td>0.1061</td>\n",
       "      <td>0.0949</td>\n",
       "      <td>0.0866</td>\n",
       "      <td>0.0802</td>\n",
       "      <td>0.075</td>\n",
       "      <td>0.0707</td>\n",
       "      <td>0.0671</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0161</td>\n",
       "      <td>0.016</td>\n",
       "      <td>0.016</td>\n",
       "      <td>0.0159</td>\n",
       "      <td>0.0159</td>\n",
       "      <td>0.0158</td>\n",
       "      <td>0.0158</td>\n",
       "      <td>0.0157</td>\n",
       "      <td>0.0157</td>\n",
       "      <td>0.0156</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>0.006</td>\n",
       "      <td>0.0243</td>\n",
       "      <td>0.0355</td>\n",
       "      <td>0.0412</td>\n",
       "      <td>0.0439</td>\n",
       "      <td>0.045</td>\n",
       "      <td>0.0453</td>\n",
       "      <td>0.0451</td>\n",
       "      <td>0.0447</td>\n",
       "      <td>0.044</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0147</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0146</td>\n",
       "      <td>0.0145</td>\n",
       "      <td>0.0145</td>\n",
       "      <td>0.0145</td>\n",
       "      <td>0.0144</td>\n",
       "      <td>0.0144</td>\n",
       "      <td>0.0143</td>\n",
       "      <td>0.0143</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>105</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0014</td>\n",
       "      <td>0.0035</td>\n",
       "      <td>0.0061</td>\n",
       "      <td>0.0085</td>\n",
       "      <td>0.0108</td>\n",
       "      <td>0.0128</td>\n",
       "      <td>0.0144</td>\n",
       "      <td>0.0158</td>\n",
       "      <td>...</td>\n",
       "      <td>0.013</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0128</td>\n",
       "      <td>0.0128</td>\n",
       "      <td>0.0128</td>\n",
       "      <td>0.0127</td>\n",
       "      <td>0.0127</td>\n",
       "      <td>0.0127</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>110</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0001</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0007</td>\n",
       "      <td>0.0012</td>\n",
       "      <td>0.0019</td>\n",
       "      <td>0.0026</td>\n",
       "      <td>0.0034</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0112</td>\n",
       "      <td>0.0111</td>\n",
       "      <td>0.0111</td>\n",
       "      <td>0.0111</td>\n",
       "      <td>0.0111</td>\n",
       "      <td>0.011</td>\n",
       "      <td>0.011</td>\n",
       "      <td>0.011</td>\n",
       "      <td>0.011</td>\n",
       "      <td>0.011</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>31 rows × 179 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                     2020-01-03  2020-01-04  2020-01-05  2020-01-06  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   60                   0.0         0.0         0.0         0.0   \n",
       "       65                   0.0         0.0         0.0         0.0   \n",
       "       70                0.0001      0.0033      0.0114      0.0202   \n",
       "       75                0.3131      0.2217      0.1811      0.1568   \n",
       "       80                0.0003      0.0062      0.0162      0.0251   \n",
       "       85                   0.0         0.0         0.0      0.0002   \n",
       "MSFT   130                  0.0         0.0         0.0         0.0   \n",
       "       135                  0.0         0.0         0.0         0.0   \n",
       "       140                  0.0         0.0         0.0         0.0   \n",
       "       145                  0.0         0.0         0.0      0.0002   \n",
       "       150                  0.0      0.0004      0.0023      0.0053   \n",
       "       155               0.0079      0.0269      0.0371      0.0417   \n",
       "       160               0.1693      0.1219      0.1002       0.087   \n",
       "       165               0.0281      0.0487      0.0536      0.0539   \n",
       "       170               0.0001      0.0021      0.0066       0.011   \n",
       "       175                  0.0         0.0      0.0002      0.0008   \n",
       "       180                  0.0         0.0         0.0         0.0   \n",
       "       185                  0.0         0.0         0.0         0.0   \n",
       "GOOGL  55                   0.0         0.0         0.0         0.0   \n",
       "       60                   0.0         0.0         0.0         0.0   \n",
       "       65                 0.002      0.0197      0.0389      0.0525   \n",
       "       70                0.1276      0.1512      0.1466      0.1384   \n",
       "       75                   0.0      0.0001      0.0007      0.0024   \n",
       "AMZN   75                   0.0         0.0         0.0         0.0   \n",
       "       80                   0.0         0.0         0.0         0.0   \n",
       "       85                   0.0      0.0001      0.0008      0.0026   \n",
       "       90                0.0063      0.0268      0.0398      0.0465   \n",
       "       95                 0.212        0.15      0.1225      0.1061   \n",
       "       100                0.006      0.0243      0.0355      0.0412   \n",
       "       105                  0.0      0.0002      0.0014      0.0035   \n",
       "       110                  0.0         0.0         0.0      0.0001   \n",
       "\n",
       "                     2020-01-07  2020-01-08  2020-01-09  2020-01-10  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   60                   0.0         0.0         0.0         0.0   \n",
       "       65                0.0001      0.0004      0.0008      0.0015   \n",
       "       70                0.0277      0.0337      0.0383      0.0417   \n",
       "       75                0.1403      0.1281      0.1186      0.1109   \n",
       "       80                0.0318      0.0367      0.0401      0.0425   \n",
       "       85                0.0006      0.0013      0.0022      0.0033   \n",
       "MSFT   130                  0.0         0.0         0.0         0.0   \n",
       "       135                  0.0         0.0         0.0         0.0   \n",
       "       140                  0.0         0.0      0.0001      0.0002   \n",
       "       145               0.0005      0.0011      0.0019      0.0028   \n",
       "       150               0.0084      0.0113      0.0138      0.0159   \n",
       "       155               0.0437      0.0443      0.0442      0.0437   \n",
       "       160                0.078      0.0713       0.066      0.0618   \n",
       "       165               0.0527      0.0511      0.0493      0.0477   \n",
       "       170               0.0147      0.0175      0.0196      0.0212   \n",
       "       175               0.0018      0.0031      0.0044      0.0057   \n",
       "       180               0.0001      0.0003      0.0006       0.001   \n",
       "       185                  0.0         0.0         0.0      0.0001   \n",
       "GOOGL  55                   0.0         0.0         0.0         0.0   \n",
       "       60                0.0002      0.0006      0.0012       0.002   \n",
       "       65                0.0612      0.0666        0.07       0.072   \n",
       "       70                0.1303      0.1231      0.1168      0.1113   \n",
       "       75                 0.005       0.008      0.0111       0.014   \n",
       "AMZN   75                   0.0         0.0         0.0         0.0   \n",
       "       80                0.0001      0.0002      0.0005      0.0009   \n",
       "       85                 0.005      0.0076      0.0102      0.0126   \n",
       "       90                0.0498      0.0512      0.0517      0.0515   \n",
       "       95                0.0949      0.0866      0.0802       0.075   \n",
       "       100               0.0439       0.045      0.0453      0.0451   \n",
       "       105               0.0061      0.0085      0.0108      0.0128   \n",
       "       110               0.0003      0.0007      0.0012      0.0019   \n",
       "\n",
       "                     2020-01-11  2020-01-12  ...  2020-06-20  2020-06-21  \\\n",
       "Ticker Strike Price                          ...                           \n",
       "AAPL   60                   0.0         0.0  ...      0.0192      0.0192   \n",
       "       65                0.0023      0.0032  ...      0.0233      0.0233   \n",
       "       70                0.0443      0.0462  ...      0.0248      0.0248   \n",
       "       75                0.1046      0.0992  ...      0.0238      0.0237   \n",
       "       80                0.0441      0.0452  ...      0.0209      0.0209   \n",
       "       85                0.0045      0.0058  ...      0.0172      0.0171   \n",
       "MSFT   130                  0.0         0.0  ...      0.0091      0.0091   \n",
       "       135                  0.0         0.0  ...      0.0107      0.0107   \n",
       "       140               0.0004      0.0006  ...      0.0121      0.0121   \n",
       "       145               0.0037      0.0047  ...       0.013       0.013   \n",
       "       150               0.0176       0.019  ...      0.0136      0.0135   \n",
       "       155                0.043      0.0423  ...      0.0136      0.0136   \n",
       "       160               0.0583      0.0553  ...      0.0133      0.0133   \n",
       "       165               0.0461      0.0446  ...      0.0127      0.0126   \n",
       "       170               0.0223      0.0231  ...      0.0118      0.0117   \n",
       "       175               0.0069       0.008  ...      0.0107      0.0106   \n",
       "       180               0.0014      0.0019  ...      0.0095      0.0094   \n",
       "       185               0.0002      0.0003  ...      0.0082      0.0082   \n",
       "GOOGL  55                   0.0         0.0  ...      0.0213      0.0213   \n",
       "       60                0.0031      0.0043  ...      0.0272      0.0271   \n",
       "       65                 0.073      0.0735  ...      0.0291       0.029   \n",
       "       70                0.1064      0.1021  ...       0.027      0.0269   \n",
       "       75                0.0167      0.0192  ...      0.0225      0.0224   \n",
       "AMZN   75                   0.0      0.0001  ...      0.0146      0.0146   \n",
       "       80                0.0014       0.002  ...      0.0163      0.0163   \n",
       "       85                0.0147      0.0165  ...      0.0171       0.017   \n",
       "       90                0.0511      0.0504  ...      0.0169      0.0169   \n",
       "       95                0.0707      0.0671  ...      0.0161       0.016   \n",
       "       100               0.0447       0.044  ...      0.0147      0.0146   \n",
       "       105               0.0144      0.0158  ...       0.013      0.0129   \n",
       "       110               0.0026      0.0034  ...      0.0112      0.0111   \n",
       "\n",
       "                     2020-06-22  2020-06-23  2020-06-24  2020-06-25  \\\n",
       "Ticker Strike Price                                                   \n",
       "AAPL   60                0.0192      0.0192      0.0192      0.0192   \n",
       "       65                0.0233      0.0232      0.0232      0.0231   \n",
       "       70                0.0247      0.0246      0.0246      0.0245   \n",
       "       75                0.0237      0.0236      0.0235      0.0234   \n",
       "       80                0.0208      0.0208      0.0207      0.0206   \n",
       "       85                0.0171      0.0171       0.017       0.017   \n",
       "MSFT   130               0.0091      0.0091      0.0092      0.0092   \n",
       "       135               0.0107      0.0107      0.0107      0.0107   \n",
       "       140                0.012       0.012       0.012       0.012   \n",
       "       145                0.013      0.0129      0.0129      0.0129   \n",
       "       150               0.0135      0.0135      0.0134      0.0134   \n",
       "       155               0.0136      0.0135      0.0135      0.0135   \n",
       "       160               0.0133      0.0132      0.0132      0.0131   \n",
       "       165               0.0126      0.0126      0.0125      0.0125   \n",
       "       170               0.0117      0.0117      0.0116      0.0116   \n",
       "       175               0.0106      0.0106      0.0106      0.0105   \n",
       "       180               0.0094      0.0094      0.0094      0.0094   \n",
       "       185               0.0082      0.0082      0.0082      0.0082   \n",
       "GOOGL  55                0.0213      0.0213      0.0213      0.0213   \n",
       "       60                0.0271       0.027       0.027      0.0269   \n",
       "       65                0.0289      0.0288      0.0287      0.0287   \n",
       "       70                0.0269      0.0268      0.0267      0.0266   \n",
       "       75                0.0224      0.0223      0.0223      0.0222   \n",
       "AMZN   75                0.0146      0.0146      0.0146      0.0146   \n",
       "       80                0.0163      0.0162      0.0162      0.0162   \n",
       "       85                 0.017      0.0169      0.0169      0.0169   \n",
       "       90                0.0168      0.0168      0.0167      0.0167   \n",
       "       95                 0.016      0.0159      0.0159      0.0158   \n",
       "       100               0.0146      0.0145      0.0145      0.0145   \n",
       "       105               0.0129      0.0129      0.0128      0.0128   \n",
       "       110               0.0111      0.0111      0.0111       0.011   \n",
       "\n",
       "                     2020-06-26  2020-06-27  2020-06-28  2020-06-29  \n",
       "Ticker Strike Price                                                  \n",
       "AAPL   60                0.0192      0.0192      0.0192      0.0192  \n",
       "       65                0.0231       0.023       0.023       0.023  \n",
       "       70                0.0244      0.0244      0.0243      0.0243  \n",
       "       75                0.0234      0.0233      0.0232      0.0232  \n",
       "       80                0.0206      0.0205      0.0205      0.0204  \n",
       "       85                 0.017      0.0169      0.0169      0.0169  \n",
       "MSFT   130               0.0092      0.0092      0.0092      0.0092  \n",
       "       135               0.0107      0.0107      0.0107      0.0107  \n",
       "       140                0.012       0.012      0.0119      0.0119  \n",
       "       145               0.0129      0.0128      0.0128      0.0128  \n",
       "       150               0.0134      0.0133      0.0133      0.0133  \n",
       "       155               0.0134      0.0134      0.0133      0.0133  \n",
       "       160               0.0131      0.0131       0.013       0.013  \n",
       "       165               0.0125      0.0124      0.0124      0.0124  \n",
       "       170               0.0116      0.0115      0.0115      0.0115  \n",
       "       175               0.0105      0.0105      0.0105      0.0104  \n",
       "       180               0.0094      0.0093      0.0093      0.0093  \n",
       "       185               0.0082      0.0082      0.0082      0.0081  \n",
       "GOOGL  55                0.0213      0.0213      0.0213      0.0213  \n",
       "       60                0.0269      0.0268      0.0268      0.0267  \n",
       "       65                0.0286      0.0285      0.0284      0.0284  \n",
       "       70                0.0266      0.0265      0.0264      0.0263  \n",
       "       75                0.0222      0.0221       0.022       0.022  \n",
       "AMZN   75                0.0146      0.0146      0.0146      0.0146  \n",
       "       80                0.0162      0.0161      0.0161      0.0161  \n",
       "       85                0.0168      0.0168      0.0167      0.0167  \n",
       "       90                0.0167      0.0166      0.0166      0.0165  \n",
       "       95                0.0158      0.0157      0.0157      0.0156  \n",
       "       100               0.0144      0.0144      0.0143      0.0143  \n",
       "       105               0.0128      0.0127      0.0127      0.0127  \n",
       "       110                0.011       0.011       0.011       0.011  \n",
       "\n",
       "[31 rows x 179 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "companies.options.get_dual_gamma(\n",
    "    start_date=\"2020-01-02\",\n",
    "    strike_price_range=0.2,\n",
    "    expiration_time_range=180,\n",
    "    show_input_info=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2d969285",
   "metadata": {},
   "source": [
    "Instead of one option, it is possible to plot all First, Second and Third Order Greeks. This can be done with the `collect_` functions in which you can choose whether to plot all or one of the orders. E.g. all Greeks can be plotted with the following."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "e0bedc38",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th colspan=\"7\" halign=\"left\">2025-09-10</th>\n",
       "      <th colspan=\"3\" halign=\"left\">2025-09-11</th>\n",
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       "      <th colspan=\"4\" halign=\"left\">2025-10-08</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>Delta</th>\n",
       "      <th>Dual Delta</th>\n",
       "      <th>Vega</th>\n",
       "      <th>Theta</th>\n",
       "      <th>Rho</th>\n",
       "      <th>Epsilon</th>\n",
       "      <th>Lambda</th>\n",
       "      <th>Delta</th>\n",
       "      <th>Dual Delta</th>\n",
       "      <th>Vega</th>\n",
       "      <th>...</th>\n",
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       "      <th>Zomma</th>\n",
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       "      <th>Ultima</th>\n",
       "      <th>Speed</th>\n",
       "      <th>Zomma</th>\n",
       "      <th>Color</th>\n",
       "      <th>Ultima</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ticker</th>\n",
       "      <th>Strike Price</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">AAPL</th>\n",
       "      <th>175</th>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9999</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0174</td>\n",
       "      <td>0.4794</td>\n",
       "      <td>-0.6466</td>\n",
       "      <td>3.8677</td>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9998</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0033</td>\n",
       "      <td>0.6068</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0018</td>\n",
       "      <td>0.0037</td>\n",
       "      <td>0.6979</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.002</td>\n",
       "      <td>0.0041</td>\n",
       "      <td>0.7928</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>180</th>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9999</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.018</td>\n",
       "      <td>0.4931</td>\n",
       "      <td>-0.6466</td>\n",
       "      <td>4.2129</td>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9998</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0077</td>\n",
       "      <td>1.0942</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.004</td>\n",
       "      <td>0.0082</td>\n",
       "      <td>1.2083</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0044</td>\n",
       "      <td>0.0088</td>\n",
       "      <td>1.321</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>185</th>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9999</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0185</td>\n",
       "      <td>0.5068</td>\n",
       "      <td>-0.6466</td>\n",
       "      <td>4.6257</td>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9998</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0153</td>\n",
       "      <td>1.6284</td>\n",
       "      <td>-0.0001</td>\n",
       "      <td>0.0077</td>\n",
       "      <td>0.0159</td>\n",
       "      <td>1.7301</td>\n",
       "      <td>-0.0001</td>\n",
       "      <td>0.0083</td>\n",
       "      <td>0.0164</td>\n",
       "      <td>1.8235</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>190</th>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9999</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0191</td>\n",
       "      <td>0.5205</td>\n",
       "      <td>-0.6466</td>\n",
       "      <td>5.1283</td>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9998</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0262</td>\n",
       "      <td>1.9497</td>\n",
       "      <td>-0.0001</td>\n",
       "      <td>0.0129</td>\n",
       "      <td>0.0265</td>\n",
       "      <td>1.9911</td>\n",
       "      <td>-0.0001</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0266</td>\n",
       "      <td>2.0198</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>195</th>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9999</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0196</td>\n",
       "      <td>0.5342</td>\n",
       "      <td>-0.6466</td>\n",
       "      <td>5.7533</td>\n",
       "      <td>1.0</td>\n",
       "      <td>-0.9998</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0387</td>\n",
       "      <td>1.7453</td>\n",
       "      <td>-0.0002</td>\n",
       "      <td>0.0187</td>\n",
       "      <td>0.0381</td>\n",
       "      <td>1.6941</td>\n",
       "      <td>-0.0002</td>\n",
       "      <td>0.019</td>\n",
       "      <td>0.0373</td>\n",
       "      <td>1.6319</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">AMZN</th>\n",
       "      <th>270</th>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>366.9938</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0402</td>\n",
       "      <td>-1.7793</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0132</td>\n",
       "      <td>0.0361</td>\n",
       "      <td>-1.8925</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0121</td>\n",
       "      <td>0.0324</td>\n",
       "      <td>-1.9988</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>275</th>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>412.443</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0517</td>\n",
       "      <td>-1.096</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0181</td>\n",
       "      <td>0.0478</td>\n",
       "      <td>-1.2395</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0172</td>\n",
       "      <td>0.0442</td>\n",
       "      <td>-1.3773</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>280</th>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>457.342</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0566</td>\n",
       "      <td>-0.3</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0205</td>\n",
       "      <td>0.0533</td>\n",
       "      <td>-0.4531</td>\n",
       "      <td>0.0003</td>\n",
       "      <td>0.0199</td>\n",
       "      <td>0.0502</td>\n",
       "      <td>-0.6039</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>285</th>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>501.6415</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0561</td>\n",
       "      <td>0.4664</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0208</td>\n",
       "      <td>0.0537</td>\n",
       "      <td>0.3273</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0206</td>\n",
       "      <td>0.0513</td>\n",
       "      <td>0.1859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>290</th>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>545.3163</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0517</td>\n",
       "      <td>1.0966</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0196</td>\n",
       "      <td>0.0502</td>\n",
       "      <td>0.9917</td>\n",
       "      <td>0.0002</td>\n",
       "      <td>0.0197</td>\n",
       "      <td>0.0487</td>\n",
       "      <td>0.8797</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>122 rows × 551 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                    2025-09-10                                         \\\n",
       "                         Delta Dual Delta Vega   Theta    Rho Epsilon   \n",
       "Ticker Strike Price                                                     \n",
       "AAPL   175                 1.0    -0.9999  0.0 -0.0174 0.4794 -0.6466   \n",
       "       180                 1.0    -0.9999  0.0  -0.018 0.4931 -0.6466   \n",
       "       185                 1.0    -0.9999  0.0 -0.0185 0.5068 -0.6466   \n",
       "       190                 1.0    -0.9999  0.0 -0.0191 0.5205 -0.6466   \n",
       "       195                 1.0    -0.9999  0.0 -0.0196 0.5342 -0.6466   \n",
       "...                        ...        ...  ...     ...    ...     ...   \n",
       "AMZN   270                 0.0       -0.0  0.0    -0.0    0.0    -0.0   \n",
       "       275                 0.0       -0.0  0.0    -0.0    0.0    -0.0   \n",
       "       280                 0.0       -0.0  0.0    -0.0    0.0    -0.0   \n",
       "       285                 0.0       -0.0  0.0    -0.0    0.0    -0.0   \n",
       "       290                 0.0       -0.0  0.0    -0.0    0.0    -0.0   \n",
       "\n",
       "                             2025-09-11                  ... 2025-10-06  \\\n",
       "                      Lambda      Delta Dual Delta Vega  ...      Color   \n",
       "Ticker Strike Price                                      ...              \n",
       "AAPL   175            3.8677        1.0    -0.9998  0.0  ...     0.0033   \n",
       "       180            4.2129        1.0    -0.9998  0.0  ...     0.0077   \n",
       "       185            4.6257        1.0    -0.9998  0.0  ...     0.0153   \n",
       "       190            5.1283        1.0    -0.9998  0.0  ...     0.0262   \n",
       "       195            5.7533        1.0    -0.9998  0.0  ...     0.0387   \n",
       "...                      ...        ...        ...  ...  ...        ...   \n",
       "AMZN   270          366.9938        0.0       -0.0  0.0  ...     0.0402   \n",
       "       275           412.443        0.0       -0.0  0.0  ...     0.0517   \n",
       "       280           457.342        0.0       -0.0  0.0  ...     0.0566   \n",
       "       285          501.6415        0.0       -0.0  0.0  ...     0.0561   \n",
       "       290          545.3163        0.0       -0.0  0.0  ...     0.0517   \n",
       "\n",
       "                            2025-10-07                       2025-10-08  \\\n",
       "                     Ultima      Speed  Zomma  Color  Ultima      Speed   \n",
       "Ticker Strike Price                                                       \n",
       "AAPL   175           0.6068       -0.0 0.0018 0.0037  0.6979       -0.0   \n",
       "       180           1.0942       -0.0  0.004 0.0082  1.2083       -0.0   \n",
       "       185           1.6284    -0.0001 0.0077 0.0159  1.7301    -0.0001   \n",
       "       190           1.9497    -0.0001 0.0129 0.0265  1.9911    -0.0001   \n",
       "       195           1.7453    -0.0002 0.0187 0.0381  1.6941    -0.0002   \n",
       "...                     ...        ...    ...    ...     ...        ...   \n",
       "AMZN   270          -1.7793     0.0003 0.0132 0.0361 -1.8925     0.0003   \n",
       "       275           -1.096     0.0003 0.0181 0.0478 -1.2395     0.0003   \n",
       "       280             -0.3     0.0003 0.0205 0.0533 -0.4531     0.0003   \n",
       "       285           0.4664     0.0002 0.0208 0.0537  0.3273     0.0002   \n",
       "       290           1.0966     0.0002 0.0196 0.0502  0.9917     0.0002   \n",
       "\n",
       "                                           \n",
       "                     Zomma  Color  Ultima  \n",
       "Ticker Strike Price                        \n",
       "AAPL   175           0.002 0.0041  0.7928  \n",
       "       180          0.0044 0.0088   1.321  \n",
       "       185          0.0083 0.0164  1.8235  \n",
       "       190          0.0135 0.0266  2.0198  \n",
       "       195           0.019 0.0373  1.6319  \n",
       "...                    ...    ...     ...  \n",
       "AMZN   270          0.0121 0.0324 -1.9988  \n",
       "       275          0.0172 0.0442 -1.3773  \n",
       "       280          0.0199 0.0502 -0.6039  \n",
       "       285          0.0206 0.0513  0.1859  \n",
       "       290          0.0197 0.0487  0.8797  \n",
       "\n",
       "[122 rows x 551 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "companies.options.collect_all_greeks()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "095d5088",
   "metadata": {},
   "source": [
    "Perhaps you are looking to fluctuate with the Stock Price instead of the Strike Price. This is where the architecture of the Finance Toolkit really shines given that all equations are written down seperately. For example, let's plot the Delta and Gamma for a range of Stock Prices."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "47e222d7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: ylabel='Gamma'>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1500x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from financetoolkit.options import greeks_model\n",
    "\n",
    "delta_values_call = {}\n",
    "delta_values_put = {}\n",
    "gamma_values = {}\n",
    "\n",
    "STRIKE_PRICE = 100\n",
    "RISK_FREE_RATE = 0.05\n",
    "TIME_TO_EXPIRATION = 180 / 365\n",
    "VOLATILITY = 0.2\n",
    "DIVIDEND_YIELD = 0.01\n",
    "\n",
    "for stock_price in range(50, 150, 1):\n",
    "    delta_values_call[stock_price] = greeks_model.get_delta(\n",
    "        stock_price=stock_price,\n",
    "        strike_price=STRIKE_PRICE,\n",
    "        risk_free_rate=RISK_FREE_RATE,\n",
    "        time_to_expiration=TIME_TO_EXPIRATION,\n",
    "        volatility=VOLATILITY,\n",
    "        dividend_yield=DIVIDEND_YIELD,\n",
    "    )\n",
    "\n",
    "    delta_values_put[stock_price] = greeks_model.get_delta(\n",
    "        stock_price=stock_price,\n",
    "        strike_price=STRIKE_PRICE,\n",
    "        risk_free_rate=RISK_FREE_RATE,\n",
    "        time_to_expiration=TIME_TO_EXPIRATION,\n",
    "        volatility=VOLATILITY,\n",
    "        dividend_yield=DIVIDEND_YIELD,\n",
    "        put_option=True,\n",
    "    )\n",
    "\n",
    "    gamma_values[stock_price] = greeks_model.get_gamma(\n",
    "        stock_price=stock_price,\n",
    "        strike_price=STRIKE_PRICE,\n",
    "        risk_free_rate=RISK_FREE_RATE,\n",
    "        time_to_expiration=TIME_TO_EXPIRATION,\n",
    "        volatility=VOLATILITY,\n",
    "        dividend_yield=DIVIDEND_YIELD,\n",
    "    )\n",
    "\n",
    "\n",
    "delta_values_call_df = pd.Series(delta_values_call)\n",
    "delta_values_put_df = pd.Series(delta_values_put)\n",
    "gamma_values_df = pd.Series(gamma_values)\n",
    "\n",
    "delta_values_call_df.name, delta_values_put_df.name, gamma_values_df.name = (\n",
    "    \"$100 Call Delta\",\n",
    "    \"$100 Put Delta\",\n",
    "    \"$100 Gamma\",\n",
    ")\n",
    "\n",
    "delta_values_call_df.plot(ylabel=\"Delta\", figsize=(15, 3), color=\"red\", legend=True)\n",
    "delta_values_put_df.plot(ylabel=\"Delta\", figsize=(15, 3), color=\"blue\", legend=True)\n",
    "gamma_values_df.plot(\n",
    "    title=\"Gamma and Delta vs Stock Price\",\n",
    "    xlabel=\"Stock Price\",\n",
    "    ylabel=\"Gamma\",\n",
    "    color=\"green\",\n",
    "    secondary_y=True,\n",
    "    figsize=(15, 3),\n",
    "    legend=True,\n",
    ")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "financetoolkit-rvLLqrVB-py3.12",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
